{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as pl\n",
    "from py3gpp import *\n",
    "import scipy\n",
    "\n",
    "import sys\n",
    "sys.path.append(\"../ai-sdr\")\n",
    "\n",
    "from Data.opnr import find_data\n",
    "from NRSync.nrsync import NRSync\n",
    "from NR.ssb import SSBInfo\n",
    "from NR.nr import NR"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "fn = find_data(\"../data\",\"782.45\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "aSync = NRSync(str(fn),mu=0)\n",
    "aSync.read(end=-1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/zhaoming/00.works/ai-sdr/venv/lib/python3.11/site-packages/py3gpp/nrChannelEstimate.py:25: RuntimeWarning: divide by zero encountered in divide\n",
      "  normGrid = rxGrid / refGrid\n"
     ]
    }
   ],
   "source": [
    "ok,sfn,ssb=aSync.sync()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0] [1 1 1 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [0 0 0 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [0 0 1 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [0 1 0 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [0 1 1 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [1 0 0 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [1 0 1 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [1 1 0 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [1 1 1 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [0 0 0 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [0 0 1 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [0 1 0 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [0 1 1 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [1 0 0 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [1 0 1 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [1 1 0 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [1 1 1 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [0 0 0 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [0 0 1 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [0 1 0 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [0 1 1 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [1 0 0 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [1 0 1 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [1 1 0 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n",
      "[0] [1 1 1 0] NID 17 @191134 peak=65.51009197463644 ibar=2\n"
     ]
    }
   ],
   "source": [
    "SampleRate = aSync.fs\n",
    "ss = int(round(20e-3*SampleRate))\n",
    "frames = int(len(aSync.waveform)/ss)-1\n",
    "\n",
    "for i in range(frames):\n",
    "    crc_result, lsbotfsfn = aSync.demodulate_pbch(aSync.waveform[i*ss:],ssb)\n",
    "    print(crc_result,lsbotfsfn, ssb)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(array([0]),\n",
       " np.int64(17),\n",
       " np.int64(191134),\n",
       " 'NID 17 @191134 peak=65.51009197463644 ibar=2')"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ok,aSync.detected_NID,aSync.timingOffset,str(ssb)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[(2, np.int64(4102), np.complex128(-2.882186096006863+0.4718803032550888j)), (2, np.int64(4096), np.complex128(4.034635428685669+1.6994122932051487j))]\n"
     ]
    }
   ],
   "source": [
    "psses = aSync.step1(1.0)\n",
    "print(psses)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x12cf4ebd0>]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "pl.plot(aSync.phase.real, aSync.phase.imag)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[-0.015625   -0.01171875  0.          0.         -0.00390625  0.00390625\n",
      "  0.00390625  0.015625    0.01171875  0.01953125  0.01953125  0.03515625\n",
      "  0.03515625  0.03125     0.04296875  0.04296875  0.046875    0.05859375\n",
      "  0.0546875   0.05078125  0.05078125 -1.08984375  0.07421875  0.0703125\n",
      "  0.08203125]\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x12ce3c890>]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "print(aSync.dt)\n",
    "pl.plot(aSync.dt)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "mu = 0\n",
    "carrier = nrCarrierConfig(NSizeGrid = 20, SubcarrierSpacing = 15 * 2**mu)\n",
    "info = nrOFDMInfo(carrier)\n",
    "Nfft = info['Nfft']\n",
    "fs = aSync.fs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "detected NID2 is 2 @ 344734\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "waveform = aSync.waveform\n",
    "peak_value = np.zeros(3)\n",
    "peak_index = np.zeros(3, 'int')\n",
    "PSS_LEN = 128\n",
    "NRE_PER_PRB = 12\n",
    "\n",
    "start = 56\n",
    "pssIndices = np.arange(start, start + PSS_LEN  - 1)\n",
    "xc_result = np.zeros((len(waveform),3),dtype=np.complex64)\n",
    "fig, axs = pl.subplots(3, 1, facecolor='w', sharex=True, sharey=True)\n",
    "for current_NID2 in np.arange(3, dtype='int'):\n",
    "    slotGrid = nrResourceGrid(carrier)\n",
    "    slotGrid = slotGrid[:, 0]\n",
    "    slotGrid[pssIndices] = nrPSS(current_NID2)\n",
    "    [refWaveform, info] = nrOFDMModulate(carrier, slotGrid, SampleRate = fs)\n",
    "\n",
    "    refWaveform = refWaveform[info['CyclicPrefixLengths'][0]:]; # remove CP\n",
    "\n",
    "    temp = scipy.signal.correlate(waveform[:15360*25], refWaveform, 'valid')  # correlate over 25 ms\n",
    "    xc_result[:len(temp),current_NID2] = temp\n",
    "    peak_index[current_NID2] = np.argmax(np.abs(temp))\n",
    "    peak_value[current_NID2] = np.abs(temp[peak_index[current_NID2]])\n",
    "    t_corr = np.arange(temp.shape[0])/fs*1e3\n",
    "    axs[current_NID2].plot(t_corr, np.abs(temp))\n",
    "detected_NID2 = np.argmax(peak_value)\n",
    "timingOffset = peak_index[detected_NID2]\n",
    "print(f'detected NID2 is {detected_NID2} @ {timingOffset}')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "rbSSB = 20\n",
    "scsSSB = 15 * 2**(mu)\n",
    "nSlot = 7\n",
    "rxSampleRate = aSync.fs\n",
    "nrbSSB = 20\n",
    "refGrid = np.zeros((nrbSSB*12, 2), np.complex128)\n",
    "refGrid[nrPSSIndices(), 1] = nrPSS(detected_NID2)\n",
    "waveform = aSync.waveform[:15360*25]\n",
    "timingOffset = nrTimingEstimate(waveform = waveform, nrb = nrbSSB, scs = scsSSB, initialNSlot = nSlot, refGrid = refGrid, SampleRate = rxSampleRate)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "344146 -153012\n"
     ]
    }
   ],
   "source": [
    "print(timingOffset,aSync.timingOffset-timingOffset)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "rxGrid = nrOFDMDemodulate(waveform = waveform[timingOffset:][:np.min((len(waveform), 2048*8))], \n",
    "                          nrb = nrbSSB, scs = scsSSB, initialNSlot = nSlot, \n",
    "                          SampleRate=rxSampleRate, CyclicPrefixFraction=0.5)\n",
    "rxGrid = rxGrid[:,1:5]\n",
    "rxGrid /= np.max((rxGrid.real.max(), rxGrid.imag.max()))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "\n",
    "sssIndices = nrSSSIndices()\n",
    "sssRx = nrExtractResources(sssIndices, rxGrid)\n",
    "sssRx /= np.max((sssRx.real.max(), sssRx.imag.max())) # scale sssRx symbols individually"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "detected NID1 is 5\n",
      "detected NID is 17\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x12ef94cd0>]"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sssEst = np.zeros(336)\n",
    "for NID1 in range(335):\n",
    "    ncellid = (3*NID1) + detected_NID2\n",
    "    sssRef = nrSSS(ncellid)\n",
    "    sssEst[NID1] = np.abs(np.vdot(sssRx, sssRef))\n",
    "    # sssEst[NID1] = np.vdot(sssRx, sssRef).real\n",
    "\n",
    "detected_NID1 = np.argmax(sssEst)\n",
    "detected_NID = detected_NID1*3 + detected_NID2\n",
    "print(f'detected NID1 is {detected_NID1}')\n",
    "print(f'detected NID is {detected_NID}')\n",
    "pl.plot(sssEst)"
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "xcorrPBCHDMRS = np.zeros((8*336*3,))\n",
    "for ncellid in range(336*3):\n",
    "    dmrsIndices = nrPBCHDMRSIndices(ncellid, style='matlab')\n",
    "    dmrsRx = nrExtractResources(dmrsIndices, rxGrid)\n",
    "    for ibar_SSB in range(8):\n",
    "        PBCHDMRS = nrPBCHDMRS(ncellid, ibar_SSB)\n",
    "        xcorrPBCHDMRS[ibar_SSB*336*3+ncellid] = np.abs(np.vdot(dmrsRx, PBCHDMRS))\n",
    "    if ncellid%30 == 0:\n",
    "        print(ncellid,end=',')    \n",
    "inx = np.argmax(xcorrPBCHDMRS)\n",
    "print()\n",
    "print(inx//(336*3),inx%(336*3))\n",
    "pl.plot(xcorrPBCHDMRS)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "fn = find_data(\"../data\",\"750.0\")\n",
    "aNR = NR(str(fn),mu=0)\n",
    "aNR.read()\n",
    "aNR = aNR.set_search_start(758e6).set_search_end(800e6)\n",
    "gscn,nid2,peak,off = aNR.search()\n",
    "print(gscn,nid2,aNR.GSCN2CentFreq(gscn))"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3.11.3 ('venv': venv)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.3"
  },
  "orig_nbformat": 4,
  "vscode": {
   "interpreter": {
    "hash": "160761bc1a904adbbd606c3a9b02244365b1a540f860a2c66cbc5cbd24c54900"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
